Question

Which sequence of transformations produces a’b’c’ from abc

Answer 1

Answer:

A translation up 3 and then a 90º counterclockwise rotation about the origin

Step-by-step explanation:

-Since, we are not given a graph or coordinates of ABC, we will apply our general knowledge of transformations and reflections.

-A Cartesian plane has four quarters within which transformations occur.

- The first translation, $A\prime B\prime C \prime$ is 90°  counterclockwise rotation about the origin .

-The second, $A\prime\prime B\prime\prime C \prime\prime$ is 180°  counterclockwise rotation about the origin

-The third, $A\prime\prime\prime B\prime\prime\prime C\prime\prime\prime$ IS 270° counterclockwise from rotation about the origin

Hence, a translation up 3 and 90°  counterclockwise rotation about the origin will produce $A\prime B\prime C\prime$ from ABC.